2019/02/13 by Ulrich Bunke, Luigi Caputi · 1 voice
Mathematics · #math.KT #math.AT #math.MG
paper · pdf · doi:10.2140/akt.2024.9.41
arxiv published 2019/02/13 · arxiv updated 2024/03/13
We introduce the notion of a Bredon-style equivariant coarse homology theory. We show that such a Bredon-style equivariant coarse homology theory satisfies localization theorems and that a general equivariant coarse homology theory can be approximated by a Bredon-style version. We discuss the special case of algebraic and topological equivariant coarse K-homology and obtain the coarse analog of Segal's localization theorem.